— 317 — 
FORniKS SI1IIPLF8 DF LA CALCIÏIi DU ISIIISiX*:» 
RHOMBOÈDRES 
= 001 
= 110 
= 210 
e 2 
= 111 
Bs52 
= 441 
H?71 
6* «02 
G 
e« = 19.0.20 
i 
É^jf|l01 
6 
e" = 17.0.16 
17 
pF = 881 
19 
e» = 991 
7 
6 ^= 10 . 10.1 
9 
e r = 13.13.1 
n 
e^ = 16.16.1 
15 
eï = 22.22.1 
19- 
F = 28.28.1 
e' =r= 201 
e T = 702 
6*0! 
5 
e T m 801 
17 
e<» = 901 
e‘&l.0.1 
e* = 14.0.1 
h 
e* = 17.0.1 
•19 
e iS = 25.0.1 
79 
e ïï = 40.0.1 
SCALËNOÈDRES 
ISOSCÉLOÈDRES 
Directs : ~ < 2 
Directs. 
Directs. 
Inverses : — y> 2 
X 
- == 2 
y 
= 765 
Ü" = 34.22.7 
= dF d 1 b « 
I = 53.37.15= cP cP 6^ 
69 
= 14.4.9 
a =843 ÉËÿ 
63 
fl! 2 
H 321 
8'" = 44.28.9 
= cP d 1 6« 
1 1 1 
i 45.29.7 = cP <P 6« 
e^ 
= 11.3.7 
II 
g 
il 3 
d 1 
(P 
= 11.7.3 
=104.64.21 
d» d 1 655 
1 1 
i’ = 22.14.3 = dF d' b^ 
es 
H825 
4 
L = 16.8.3 = dF 
! 
<2‘ 6 7 
= 8.5.2 
Q = 32.24.7 
= dF dFh' 
i i i 
#' = 51.37.8 = dF dF 655 
es 
= 513 
e, = 423 
|ll3.8.3 
ü' = 37.27.8 
= dF dFb™ 
1 4 1 
y[ = 26.17.2 = d" dF b™ 
es 
H17.1.9 
6 2 = 213 
(P 
= 531 
F = 20.15.4 
= cP fl! 2 b^ 
4 1 4 
v\ = 25.19.4 = dF dF ô« 
es 
= 10.2.3 
10 
<p 
É@17.10.3 
d =171.101.34= d m d l 6 ,i0 
i i i 
P = 44.40.3 = dFdF b™ 
et 
= 411 
8 
dF 
= 15.8.1 
c v == 99.65.25 
= d 311 É 
i i i 
77' = 38.33.1 = dF dF 6^ 
es 
= 14.4.3 
ch 
= 19.11.3 
c': 15.10.4 
= # 6m 
1 4 
Z 
1 1 c 
= 24.8.5 = dFdFb 55 
6“ 
17 
= 657 
.c" = 41.27.12 
= p| d 1 6*» 
4 4 4 
R 
%= 12.4.3 = dF dF 6” 
b T 
= 17.14.20 
W = 22.15.4 
= cP dFb ü 
i 4 
Ci) 
= 16.4.7 = cP <P 6^ 
6 3 
= 546 
y = 12.8.1 
= # # 6 r 
1 1 4 
T" 
tejl3.2.6 = <P (P 65“ 
W 
= 9.7.11 
G 1 = 22.15.2 
= <P <ÿT6« 
4 1 
a, 
4 1 1 
= 17.6.7 ; = dF dF bT 
ik 
= 7.4.10 
v =861 
= d? d'¥ 
4 4 4 
ft 
=20.4.9 = dF dF 6®“ 
<I> 
= 25.17.3 = dFdFb^ 
4 1 
x' = 16.14.3 
= dF d? 6" 
A 
! 1 1 
= 22.2.21 = dF dF b T 
S 
= 54.34.11 = #• d 1 655 
1 1 1 
M = 17.11.2 
*=-«P (Z 1 6 10 
4 4 4 
r 
i 4 4 
= 64.3.26 = dF dF 655 
ou 
= 35.22.7 = dF dF¥* 
ou = 23.15.3 
= <P<P6« 
p 
4 i 4 
= 27.1.9 = dF dF 6« 
Z 
= 24.16.5 = W d { W- 
S' 
4 1 
= 29.19.6 =d"d'bü 
